{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# ***Introduction to Radar Using Python and MATLAB***\n",
    "## Andy Harrison - Copyright (C) 2019 Artech House\n",
    "<br/>\n",
    "\n",
    "# Linear Wire Antennas\n",
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Referring to Section 3.2.1, these types of antennas are some of the oldest, they are still in use in radar systems today.  They have the advantage of being cheap, easy to design, and easy to fabricate.\n",
    "\n",
    "### Hertzian Dipole\n",
    "Referring to Section 4.1, this is a very simplistic radiating element and is often referred to as an infinitesimal dipole.  This type of radiating element is characterized by a length much less than the wavelength and has a uniform current distribution as shown in Figure 4.1.  While this is very difficult to implement, there are many advantages to studying this type of radiating element.  It is useful as a building block for analyzing larger wire antennas and for studying the radar range equation.  The current on the Hertzian dipole is constant over the length of the wire. \n",
    "\n",
    "### Small Dipole\n",
    "Referring to Section 3.2.1.1, consider a small dipole whose length is on the order of $\\lambda/50 < l < \\lambda/10$.  For dipole antennas of this size, a good approximation of the current distribution is triangular, as shown in Figure 3.7. The triangular current distribution is written as\n",
    "\n",
    "$$\n",
    "    \\vec{I}(x', y', z') = \\begin{cases}\n",
    "        I_0 \\, \\left(1 - \\dfrac{2}{l} z' \\right) \\hat{z}   &  \\text{for}\\hspace{5pt} 0 \\leq z' \\leq l/2 \\\\ \\\\\n",
    "        I_0 \\, \\left(1 + \\dfrac{2}{l} z' \\right) \\hat{z}   &\\text{for}\\hspace{5pt}   -l/2 \\leq z' < 0, \\\\\n",
    "    \\end{cases}\n",
    "$$\n",
    "\n",
    "### Finite Length Dipole\n",
    "Referring to Section 3.2.1.2, the current distribution for a finite length dipole needs to be changed to a sinusoidal form.  For these types of antennas, the length is considered to be much greater than the radius of the wire.  This allows the current distribution on the wire to be written as\n",
    "\n",
    "$$\n",
    "    \\vec{I}(x', y', z') = \\begin{cases}\n",
    "        I_0 \\, \\left[k \\left(\\dfrac{l}{2} - z'\\right)\\right] \\hat{z}   &   \\text{for}\\hspace{5pt}0 \\leq z' \\leq l/2 \\\\ \\\\\n",
    "        I_0 \\, \\left[k \\left(\\dfrac{l}{2} + z'\\right)\\right] \\hat{z}   & \\text{for}\\hspace{5pt}  -l/2 \\leq z' < 0, \\\\\n",
    "    \\end{cases}\n",
    "$$\n",
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Begin by getting the library path"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import lib_path"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Set the frequency (Hz), the wire length (m) and the wire current (A)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "frequency = 1e9\n",
    "\n",
    "length = 0.4\n",
    "\n",
    "current = 1.0"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Set the angular span using the `linspace` routine from `scipy`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "from numpy import linspace, finfo\n",
    "\n",
    "from scipy.constants import pi\n",
    "\n",
    "\n",
    "theta = linspace(finfo(float).eps, 2.0 * pi, 1000)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Calculate the antenna parameters and antenna pattern for either the infinitesimal dipole, small dipole or finitie length dipole"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "from Libs.antenna.linear_wire import finite_length_dipole, infinitesimal_dipole, small_dipole\n",
    "\n",
    "\n",
    "antenna_type = 'finite_length_dipole'\n",
    "\n",
    "\n",
    "if antenna_type == 'infinitesimal_dipole':\n",
    "\n",
    "    total_power_radiated = infinitesimal_dipole.radiated_power(frequency, length, current)\n",
    "\n",
    "    radiation_resistance = infinitesimal_dipole.radiation_resistance(frequency, length)\n",
    "\n",
    "    beamwidth = infinitesimal_dipole.beamwidth()\n",
    "\n",
    "    directivity = infinitesimal_dipole.directivity()\n",
    "\n",
    "    maximum_effective_aperture = infinitesimal_dipole.maximum_effective_aperture(frequency)\n",
    "\n",
    "    _, et, _, _, _, _ = infinitesimal_dipole.far_field(frequency, length, current, 1e9, theta)\n",
    "    \n",
    "    \n",
    "\n",
    "elif antenna_type == 'small_dipole':\n",
    "\n",
    "    total_power_radiated = small_dipole.radiated_power(frequency, length, current)\n",
    "\n",
    "    radiation_resistance = small_dipole.radiation_resistance(frequency, length)\n",
    "\n",
    "    beamwidth = small_dipole.beamwidth()\n",
    "\n",
    "    directivity = small_dipole.directivity()\n",
    "\n",
    "    maximum_effective_aperture = small_dipole.maximum_effective_aperture(frequency)\n",
    "\n",
    "    _, et, _, _, _, _ = small_dipole.far_field(frequency, length, current, 1e9, theta)\n",
    "    \n",
    "    \n",
    "\n",
    "else:\n",
    "\n",
    "    total_power_radiated = finite_length_dipole.radiated_power(frequency, length, current)\n",
    "\n",
    "    radiation_resistance = finite_length_dipole.radiation_resistance(frequency, length)\n",
    "\n",
    "    beamwidth = finite_length_dipole.beamwidth(frequency, length)\n",
    "\n",
    "    directivity = finite_length_dipole.directivity(frequency, length, current)\n",
    "\n",
    "    maximum_effective_aperture = finite_length_dipole.maximum_effective_aperture(frequency, length, current)\n",
    "\n",
    "    _, et, _, _, _, _ = finite_length_dipole.far_field(frequency, length, current, 1e9, theta)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Display the antenna parameters"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Total radiated power (W)     43.49\n",
      "Radiation Resistance (Ohms)  86.97\n",
      "Beamwidth (degrees)          27.92\n",
      "Directivity                  3.09\n",
      "Max Effective Aperture (m^2) 0.02\n"
     ]
    }
   ],
   "source": [
    "print('Total radiated power (W)     {:.2f}'.format(total_power_radiated))\n",
    "\n",
    "print('Radiation Resistance (Ohms)  {:.2f}'.format(radiation_resistance))\n",
    "\n",
    "print('Beamwidth (degrees)          {:.2f}'.format(beamwidth))\n",
    "\n",
    "print('Directivity                  {:.2f}'.format(directivity))\n",
    "\n",
    "print('Max Effective Aperture (m^2) {:.2f}'.format(maximum_effective_aperture))"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Display the antenna pattern using the `matplotlib` routines"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 1080x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "from matplotlib import pyplot as plt\n",
    "\n",
    "\n",
    "# Set the figure size\n",
    "\n",
    "plt.rcParams[\"figure.figsize\"] = (15, 10)\n",
    "\n",
    "\n",
    "\n",
    "# Display the results\n",
    "\n",
    "plt.polar(theta, abs(et), '')\n",
    "\n",
    "\n",
    "\n",
    "# Set the plot title and labels\n",
    "\n",
    "plt.title('Linear Wire Antenna Pattern', size=14)\n",
    "\n",
    "\n",
    "\n",
    "# Set the tick label size\n",
    "\n",
    "plt.tick_params(labelsize=12)\n",
    "\n",
    "\n",
    "\n",
    "# Turn on the grid\n",
    "\n",
    "plt.grid(linestyle=':', linewidth=0.5)"
   ]
  }
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